Let G be a group acting on itself by conjugation,
Describe the set-theorem and numerical forms of the Class Equation for these actions explicitly when
What do they mean by set theorem and numerical forms? Is that reflective, transitive - all the relations?
I think to do this question we have to compute each of element in the group, it is easy to compute the identity element.In particular, can you show me how to compute one element in the group?
Thanks for your time